In age-based asset allocation, the investment decision is based on the age of the investors. Therefore, most financial advisors advise investors to make the stock investment decision based on a deduction of their age from a base value of a 100. The figure depends on the life expectancy of the investor. The higher the life expectancy, the higher the portion of investments committed to riskier arenas, such as the stock market.ExampleUsing the previous example, let’s assume that Joe is now at 50 years and he is looking forward to retiring at 60. According to the age-based investment approach, his advisor may advise him to invest in stocks in a proportion of 50%, then the rest in other assets. This is because when you subtract his age (50) from a hundred-base value, you’ll get 50.Now assume that Joe was 35 years old, instead of 50. Which of the following would not be true?Group of answer choicesMore of Joe's investments should be in stocks.The implied message is that stocks are riskier than other investments.65% of investments should be in less risky investments.None of these are true.Joe would have a higher life expectancy at age 35 than at 50/
Question
In age-based asset allocation, the investment decision is based on the age of the investors. Therefore, most financial advisors advise investors to make the stock investment decision based on a deduction of their age from a base value of a 100. The figure depends on the life expectancy of the investor. The higher the life expectancy, the higher the portion of investments committed to riskier arenas, such as the stock market.ExampleUsing the previous example, let’s assume that Joe is now at 50 years and he is looking forward to retiring at 60. According to the age-based investment approach, his advisor may advise him to invest in stocks in a proportion of 50%, then the rest in other assets. This is because when you subtract his age (50) from a hundred-base value, you’ll get 50.Now assume that Joe was 35 years old, instead of 50. Which of the following would not be true?Group of answer choicesMore of Joe's investments should be in stocks.The implied message is that stocks are riskier than other investments.65% of investments should be in less risky investments.None of these are true.Joe would have a higher life expectancy at age 35 than at 50/
Solution
The statement that would not be true if Joe was 35 years old instead of 50 is "65% of investments should be in less risky investments." According to the age-based investment approach, if Joe is 35 years old, 65% of his investments should be in stocks (100 - 35 = 65), not in less risky investments. The rest, which is 35%, can be invested in less risky assets.
Similar Questions
In age-based asset allocation, Group of answer choicesstock investment decisions depend on the life expectancy of the investor.the higher the life expectancy, the higher the portion of investments committed to riskier arenas, such as the stock market.investors to make the stock investment decision based on a deduction of their age from a base value of a 100.the investment decision is based on the age of the investors.All of these.
Suppose there are two investors: Michael and Steve. Both have pension funds, into which they deposit money each month from their paychecks. Both are in their early 30s, and anticipate retiring at around age 65. Neither anticipates withdrawing any money from his pension fund prior to retirement.Michael watches his pension fund closely, looking each week at whether has gone up or down in value. On a week to week basis, the US equity markets are down almost as often as they are up. Steve, on the other hand, only checks the value of his pension fund once every five years or so. On a five-year basis, the US equity markets are down less than 10% of the time.Michael’s pension fund money is all in bonds, while Steve’s is all in equities. Which single feature of Prospect Theory provides the best explanation for the two men’s different portfolio allocations?1 pointRisk seeking over lossesRisk aversion over gainsLoss aversion
The chart on page 14 of Building Wealth compares two investors, one who starts at age 25 and invests to for 40 years, the other who starts at age 45 and invests for 20 years. Which of the following is not true?Group of answer choicesThe differing amount of principle contributed by each of the two investors explains the dramatic differences in their results.Both are earning 8% compounding interest.The compounding formulas are the same between the two investors.Both are investing $3,000 annually.Time is the most important variable affecting the different returns between the two individuals.
Financial analysts recommend investing 15% to 20% of your annual income in your retirement fund to reach a replacement rate of 70% of your income by age 65. This recommendation increases to almost 30% if you start investing at 45 years old. Mallori Rouse is 26 years old and has started investing $4,900 at the end of each year in her retirement account. How much will her account be worth in 20 years at 7% interest compounded annually? How much will it be worth in 30 years? What about at 40 years? How much will it be worth in 50 years? (Please use the following provided Table 13.1.)Note: Do not round intermediate calculations. Round your answers to the nearest whole dollar amount.
Fill in the Blank QuestionFill in the blank question.The younger you are as an investor, the more likely you are to invest a portion in growth investments.
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